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- W2732777558 abstract "Among the applications of their topological characterization of complete Erdős space, Ec, Dijkstra and van Mill state one about copies of Ec in Banach spaces l p and one concerning Polishable Fσ-ideals, that are generated by submeasures on ω. Inspired by a previous success in lifting the first result to so-called nonseparable complete Erdős spaces in lκ for arbitrary infinite cardinal numbers κ, we now consider the second result. For submeasures on κ and related ideals we find a theorem similar to the countable case. For a special class of submeasures, which contains the lower semi-continuous measures as a proper subclass, we establish a link between the related ideals and nonseparable complete Erdős spaces." @default.
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- W2732777558 date "2011-01-01" @default.
- W2732777558 modified "2023-09-26" @default.
- W2732777558 title "Nonseparable complete Erdös spaces and submeasures on uncountable cardinals" @default.
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